Which of the following methods is employed in binary division?

In binary division, the right-shift method is particularly effective because it aligns with the principles of binary arithmetic. This method functions by shifting bits to the right, which effectively divides a binary number by 2 for each shift. When dividing binary numbers, a straightforward approach involves comparing the dividend with the divisor, and if it is larger, the dividend is reduced by the divisor while keeping track of the quotient. As this process continues, right shifts help to scale down the numbers involved, making the operations simpler and more efficient.

Binary division often mimics the structure of long division in base 10, but utilizing right shifts is an adaptable technique that seamlessly accommodates the binary system, leveraging the inherent properties of binary representation. This procedural efficiency is why right-shift is a reliable method used in the context of binary division.